Collaboration Software and Voting Methods
Some collaboration software allows users to vote, rate, and rank choices, often for the purpose of extracting the collective intelligence of the participants. The votes, ratings, and rankings can be used in various ways such as:
- Producing an average rating, such as 4 out of 5 stars.
- Calculating a popularity ranking, such as a "top 10" list.
- Guiding the creation and organization of documents, such as in Wikipedia where voting helps to guide the creation of new pages.
- Making a recommendation that may assist in making a decision.
In the case of decision making, Condorcet voting can combine multiple perspectives in a way that reduces intransitivity. Additional uses of collaborative voting, such as voting to determine the sequence of sections in a Wikipedia article, remain unexplored. It's worth noting that no matter what voting method is implemented, Arrow's Impossibility Theorem guarantees that an ideal voting system can never be attained if there are three or more alternatives that are voted upon.
In addition to allowing participants to rank pre-existing choices, some collaboration software allows participants to add new choices to the list of choices being ranked.
Voting in collaboration software is related to recommendation systems that generate appreciated recommendations based on ratings or rankings collected from many people.
Read more about this topic: Collaboration Platform
Famous quotes containing the words voting and/or methods:
“All voting is a sort of gaming, like checkers or backgammon, with a slight moral tinge to it, a playing with right and wrong, with moral questions; and betting naturally accompanies it. The character of the voters is not staked. I cast my vote, perchance, as I think right; but I am not vitally concerned that right should prevail. I am willing to leave it to the majority.”
—Henry David Thoreau (1817–1862)
“All men are equally proud. The only difference is that not all take the same methods of showing it.”
—François, Duc De La Rochefoucauld (1613–1680)